Anisotropic Electrical Properties of a Square Superlattice

Authors	D.V. Zav’yalov², S.V. Kruchkov¹, ²
Affiliations	¹ Volgograd State Socio-Pedagogical University, Physical Laboratory of Low-Dimensional Systems, 27, V.I. Lenin Ave., 400066 Volgograd, Russia ² Volgograd State Technical University, 28, V.I. Lenin Ave., 400005 Volgograd Russia
Е-mail	sinegordon@gmail.com, svkruchkov@yandex.ru
Issue	Volume 9, Year 2017, Number 5
Dates	Received 04 June 2017; revised manuscript received 10 July 2017; published online 16 October 2017
Citation	D.V. Zav’yalov, S.V. Kruchkov, J. Nano- Electron. Phys. 9 No 5, 05027 (2017)
DOI	10.21272/jnep.9(5).05027
PACS Number(s)	73.21.Cd, 72.20.Ht, 73.50.Fq
Keywords	Two-dimensional superlattice (2) , Current-voltage Characteristic (12) , Anisotropy (3) , Approximation of a constant relaxation time.
Annotation	A two-dimensional square superlattice is considered, which electron spectrum is described in the tight-binding approximation. The conditions of the semiclassical situation and the applicability of the Boltzmann equation are assumed to be satisfied. The sample in the form of a rectangle is cut out so that its sides form an angle  with the main axes of the superlattice. A constant (pulling) electric field is applied along the direction of one of the sides of the sample. It is shown that in certain situations the appearence of a transverse electric field with respect to the pulling field is possible. The dependence of the value of the transverse field on the angle of rotation  was studied for several specified values of the pulling field.
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